Clifford Algebra, Lorentz Transformation And Unified Field Idea
公開日:2022/06/06 / 最終更新日:2022/06/06
In keeping with a framework based mostly on Clifford algebra \(C\ell (1,3)\), this paper gives a classification for elementary fields, and then derives their dynamical equations and transformation laws intimately. These results present an outline on elementary fields and a few new insights into their unusual properties. All elementary fields exist in pairs, and one a part of the pair is a posh field. Some intrinsic symmetries and constraints equivalent to Lorentz gauge condition are robotically included in the canonical equation. Clifford algebra \(C\ell (1,3)\) is a pure language to describe the world. In this language, the representation formalism of dynamical equation is symmetrical and elegant with no roughly contents. This paper can be a abstract of some earlier problem-oriented researches. Solutions to some easy equations are given.
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